P[5(0,P[5(0,-5572008)(1,993456)(2,6965010)(3,-1241820)(4,-1393002)(5,248364)])(1,P[4(0,94882446)(1,1442268)(2,-13232088)(3,-368958)(4,438936)])(2,P[3(0,87220559)(1,-17707487)(2,-2776392)(3,1131634)])(3,P[2(0,-23486138)(1,-1974314)(2,1354808)])(4,P[1(0,-8409899)(1,1440889)])(5,P[0(0,1842344)])]
P[5(0,P[5(0,1699200)(1,-1733364)(2,-314836)(3,781991)(4,19564)(5,-63635)])(1,P[4(0,708000)(1,-534764)(2,178154)(3,-91959)(4,-74321)])(2,P[3(0,-1274400)(1,356960)(2,72630)(3,-46695)])(3,P[2(0,-35400)(1,212165)(2,36525)])(4,P[1(0,212400)(1,-72815)])(5,P[0(0,-35400)])]
P[5(0,P[5(0,4918968)(1,24067502)(2,-2140011)(3,-26343319)(4,-2778957)(5,2275817)])(1,P[4(0,387332)(1,-21271848)(2,-24869227)(3,-4918068)(4,2939963)])(2,P[3(0,-6148710)(1,-13098070)(2,-5032842)(3,1529186)])(3,P[2(0,-484165)(1,1375047)(2,309884)])(4,P[1(0,1229742)(1,1326575)])(5,P[0(0,96833)])]
P[5(0,P[5(0,740232)(1,-130914)(2,-854064)(3,155988)(4,113832)(5,-25074)])(1,P[4(0,1782972)(1,744501)(2,-288642)(3,17049)(4,-3846)])(2,P[3(0,579648)(1,252615)(2,9479)(3,2281)])(3,P[2(0,-324666)(1,-108873)(2,45389)])(4,P[1(0,-73544)(1,-24025)])(5,P[0(0,14062)])]
P[5(0,P[5(0,716544)(1,197874)(2,28276)(3,-42944)(4,-5044)(5,14)])(1,P[4(0,331968)(1,-44405)(2,-15957)(3,46941)(4,1261)])(2,P[3(0,-556896)(1,58946)(2,-6414)(3,-9060)])(3,P[2(0,-20496)(1,-78475)(2,2159)])(4,P[1(0,94440)(1,15856)])(5,P[0(0,-15624)])]
P[5(0,P[5(1,9056520)(2,-1185054)(3,-9021321)(4,323106)(5,826749)])(1,P[4(0,7265448)(1,7321836)(2,1790461)(3,-1346649)(4,-719047)])(2,P[3(0,5291610)(1,2668413)(2,-392436)(3,94181)])(3,P[2(0,-2689249)(1,-53217)(2,85662)])(4,P[1(0,-526716)(1,-114032)])(5,P[0(0,188695)])]
P[5(0,P[5(0,30816)(1,77976)(2,-75388)(3,3972)(4,7996)(5,-1404)])(1,P[4(0,135696)(1,-80688)(2,-17542)(3,20888)(4,-3626)])(2,P[3(0,-8812)(1,-27140)(2,31026)(3,-6916)])(3,P[2(0,-44488)(1,22039)(2,-3366)])(4,P[1(0,277)(1,-849)])(5,P[0(0,2641)])]
P[5(1,P[4(0,1332)(1,2348)(2,-2232)(3,268)(4,252)])(2,P[3(0,-2291)(1,1192)(2,333)(3,-382)])(3,P[2(0,-421)(1,-1518)(2,135)])(4,P[1(0,860)(1,288)])(5,P[0(0,-164)])]
P[5(0,P[5(0,-50627232)(1,31344834)(2,42854331)(3,13568883)(4,-1247931)(5,-931749)])(1,P[4(0,7927080)(1,-31493455)(2,-44123504)(3,-3488509)(4,2442144)])(2,P[3(0,21041064)(1,14551927)(2,13172)(3,-749837)])(3,P[2(0,-3782226)(1,3844144)(2,1951692)])(4,P[1(0,-2096064)(1,-1448878)])(5,P[0(0,450114)])]
P[5(0,P[5(0,58736064)(1,-1386951996)(2,-161214674)(3,453917604)(4,44531462)(5,-30744300)])(1,P[4(0,334740572)(1,-383272314)(2,-186085317)(3,38705376)(4,-8478569)])(2,P[3(0,-397858976)(1,32917142)(2,-12968736)(3,-24952038)])(3,P[2(0,4671037)(1,2255310)(2,27571202)])(4,P[1(0,95793740)(1,16301680)])(5,P[0(0,-22089045)])]
P[5(0,P[5(1,191628)(2,-273277)(3,40810)(4,28793)(5,-5634)])(1,P[4(0,125226)(1,-312845)(2,123441)(3,32369)(4,-11891)])(2,P[3(0,80541)(1,55907)(2,735)(3,-11205)])(3,P[2(0,-61587)(1,3845)(2,-3017)])(4,P[1(0,-12933)(1,5125)])(5,P[0(0,3969)])]
P[5(0,P[5(1,-6084408)(2,4912164)(3,2217324)(4,-1059780)(5,14700)])(1,P[4(0,5241768)(1,216826)(2,-3429267)(3,-906534)(4,242895)])(2,P[3(0,-3373490)(1,-1007053)(2,1311735)(3,94482)])(3,P[2(0,990146)(1,1247315)(2,-188979)])(4,P[1(0,-241636)(1,-228968)])(5,P[0(0,30760)])]
P[5(0,P[5(0,-9548448)(1,14505410)(2,-3562209)(3,-2700823)(4,1520745)(5,-214675)])(1,P[4(0,10375240)(1,-10877919)(2,1374594)(3,1271493)(4,-292240)])(2,P[3(0,1077264)(1,-2696142)(2,504453)(3,138641)])(3,P[2(0,-2078798)(1,2061159)(2,-403625)])(4,P[1(0,499164)(1,-190178)])(5,P[0(0,-42902)])]
P[5(0,P[5(0,-133145544)(1,-153944932)(2,28255062)(3,51492730)(4,-1326030)(5,-3764310)])(1,P[4(0,73162678)(1,68015322)(2,-29628738)(3,-13055430)(4,560760)])(2,P[3(0,-1248777)(1,507622)(2,10478037)(3,3218690)])(3,P[2(0,9574138)(1,-304323)(2,-1338153)])(4,P[1(0,-7658673)(1,-1010871)])(5,P[0(0,1180030)])]
P[5(0,P[4(1,2038976)(2,-114800)(3,-2532656)(4,608480)])(1,P[4(0,87662952)(1,3217760)(2,-5334196)(3,-357764)(4,-152120)])(2,P[3(0,-45446310)(1,16420604)(2,-2789964)(3,247732)])(3,P[2(0,-23306901)(1,4255176)(2,1032672)])(4,P[1(0,9543126)(1,-2148324)])(5,P[0(0,-561435)])]
P[5(0,P[5(0,157062)(1,-90975)(2,-171762)(3,111516)(4,-420)(5,-5421)])(1,P[4(0,236455)(1,-138712)(2,-206624)(3,108516)(4,-7107)])(2,P[3(0,126884)(1,-25657)(2,-136986)(3,38655)])(3,P[2(0,25685)(1,4996)(2,-22789)])(4,P[1(0,22)(1,-2918)])(5,P[0(0,-420)])]
P[5(0,P[5(0,-263928)(1,56992)(2,124136)(3,-41692)(4,-15848)(5,5700)])(1,P[4(0,140826)(1,-81424)(2,-11072)(3,22444)(4,-5074)])(2,P[3(0,96525)(1,55260)(2,-12255)(3,-5430)])(3,P[2(0,-65565)(1,-10905)(2,11445)])(4,P[1(0,1485)(1,-945)])(5,P[0(0,-675)])]
P[5(0,P[5(0,-3124620)(1,-627582)(2,1722018)(3,-506772)(4,211038)(5,-57210)])(1,P[4(0,10643553)(1,4369706)(2,4508121)(3,467446)(4,-493752)])(2,P[3(0,6267788)(1,4772783)(2,-2324042)(3,446468)])(3,P[2(0,-10851810)(1,-156630)(2,455705)])(4,P[1(0,685440)(1,-590065)])(5,P[0(0,418705)])]
P[5(0,P[4(0,26748)(1,24078)(2,-5752)(3,-3228)(4,1162)])(1,P[4(0,7950)(1,775)(2,-8024)(3,-1315)(4,1162)])(2,P[3(0,-24570)(1,-22808)(2,-2076)(3,1913)])(3,P[2(0,-1469)(1,1152)(2,196)])(4,P[1(0,3876)(1,657)])(5,P[0(0,-427)])]
P[5(0,P[5(0,182016)(1,-166848)(2,-75840)(3,56880)(4,7584)(5,-3792)])(1,P[4(0,151266)(1,21875)(2,-36044)(3,-335)(4,-1330)])(2,P[3(0,-19664)(1,-25494)(2,-4149)(3,1841)])(3,P[2(0,19826)(1,-4425)(2,8181)])(4,P[1(0,2600)(1,1300)])(5,P[0(0,-6140)])]
